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Q: Find two consecutive integers whose sum is eighty nine let x be the smaller of these two integers what is the larger of these two consecutive integers what r the two numbers?

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-- method -- We need X numbers which are consecutive, so the middle number will be 1/ X of the total. Divide the sum of the numbers by the number of numbers ... in this case divide 186 by 3. The numbers are to be consecutive and even, so subtract 2 from the number go get one of the numbers and add 2 to the number to get the other number. You now have three numbers which are even and consecutive. Now, place a minus sign in front of them, to turn them into negative numbers For instance 12, 14 and 16 are three consecutive numbers whose sum is 42. -12, -14 and - 16 are three consecutive even integers whose sum is -42 Now you know all you need to solve the problem.

8 and 9

Divide the sum of the three consecutive odd integers by 3: 183/3 = 61. The smallest of these integers will be two less than 61 and the largest will be two more than 61, so the three consecutive odd integers will be 59, 61, 63.

73

Eighty-nine hundred-thousandths in numbers = 0.00089

80,280

There is no solution. The sum MUST be an even number that is NOT divisible by 4. Negative 88 is divisible by 4

80,000,000

Eighty-six thousand in numerical form is "86,000".

800,080

80,000

82,000,000

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